Abstract
A theoretical and numerical analysis of rubber-like shells of revolution undergoing finite strains and finite rotations with the application to the problem of a spherical shell subject to a uniformly distributed internal pressure is presented. The comparison of the results corresponding to two different definitions proposed for the reference surface of deformed rubber-like shells, an asymptotical solution, and the membrane solution is presented, as well.
Keywords
Shell (structure)
Natural rubber
Spherical shell
Internal pressure
Materials science
Rotation (mathematics)
Membrane
Composite material
Surface (topology)
Mechanics
Mathematics
Geometry
Physics
Chemistry
Subject Areas
Elasticity and Wave Propagation
·Mechanics of Materials ·Physical Sciences
Structural Analysis and Optimization
·Civil and Structural Engineering ·Physical Sciences
Advanced Theoretical and Applied Studies in Material Sciences and Geometry
·Biomedical Engineering ·Physical Sciences
Citations by Year
2015: 1
2019: 2
2021: 1
2022: 1
2024: 1
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